@keyframes rwdcur188424 {
0%,5.1631578947368%,100% {cursor:url(data:image/png;base64,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) 17 18, auto;}
5.2631578947368%,10.426315789474% {cursor:url(data:image/png;base64,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) 17 18, auto;}
10.526315789474%,15.689473684211% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABt0lEQVRYhe2YvWrCUBiGnzpIcQidnUq9AcfegLkDO3oDpTg6BSmZOnboDXTUO4h0d/QGFCfpKBlEHKRDvoSTk5OShuREoc+YH96H85fvC/xzZdz89YXAD2+BR6AP9IAu0JHbB2AHrIEVsHQ951iLUOCHXeAJGADtgq+dgAUwcz1nV4lQ4IdtYAQMgVZBEZ0zMAc+Xc85lRaSUXkF7kuK6GyB6W+jlSsU+OED8AbcVSQTswcmrudsCgvJyLzXIKNKjU0jlRGSNfNBddOUxxZ41teUaZGOLMggGSP9YkpIpmpoQSZmKJlmIaJzpuzWLkNLMlMXgOQEHliUiRlIdlqI6HNQ9ASukrZkA2mhvn2XbLYq1GtAJJOtCnUND9oiyVaFOoYHbZFk29zihVCFDo1ZKNmqUKECqiaSbFVo3YBIJlsVWjUgkslWhZZENbBtjpINKELSHSwaEPpSOxN928+ICnJbnCUzISUkJeXcotBcL2NNB+MnUXlZNxvJSpERkhp3SlSI18WeqB3KbCLjp0OGcVKTVNwGfZtu5n7LpG8aU+30bYCXvJ4Mrq2V1sQu42eDQazW3zEXxw/sA4Dfo1bLugAAAABJRU5ErkJggg==) 17 18, auto;}
15.789473684211%,20.952631578947% {cursor:url(data:image/png;base64,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) 17 18, auto;}
21.052631578947%,26.215789473684% {cursor:url(data:image/png;base64,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) 17 18, auto;}
26.315789473684%,31.478947368421% {cursor:url(data:image/png;base64,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) 17 18, auto;}
31.578947368421%,36.742105263158% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACHklEQVRYhe2YsU/bQBSHPxMUVQxWYOjAFEDdGTt0YImnVh2qELHkH0CIAVWZLCvK2ImBvcpWsnQOatURdWJjImJCEQOKIhFFgCIGv1jn80ENxOdW6m/z89m/z+fnu/cM//WPyVEPBkHwGtiQw1+lZvNSv6DbGr4C3gLrwBqwDCzI6RFwAZwBJ8Cx57vjZwENgmAJ+ALUJdQGPpeazSsBWQY2gQpQTHn/G+AIOPR89+KpQO+Bb8SftvZ7fq8rkFVgLiWIrgnQAdqe7948NlA1uAPU6R2PnBUXOABqL4CZ+tSAA5npVEA/ga9AH+jfOovfTwsfPwHlF4DoKgP73dZw9aEBelLPA++unTdLp4UPWxOc0gxhYlbArimvHD3QbQ2LhK+pnBHMVOfAtp5TpryoW4BBPOp6MAYkCVe1ADNVVU9yfYY2DbEsNSeesQAQrcAVizBTVcQ7DkS4HaRdgWepongDcaB1+yxJbxVoLQeQhLcK9OiSnrEibxVowTDQliJvm594KqlAo9woFG8VKFUBlZEibxXoLAeQhLcKdJIDSMJbBTomrIFtayzegAIk3cFRDkA/1M5E/+wPCQtyW5qIZ6QYkJSUHYtAHb2MNS2MbcLyMmv1xCumBJDUuAFhIZ6VBkBg6tGMW4dMYyMjqAHQ8Hy3bzr54F7m+W4P2GW2r68H7Mi9jUq0QbqkLbLWSv8RSAGz+7PhCWCZ/o7563QPCvWYoVRVFw0AAAAASUVORK5CYII=) 17 18, auto;}
36.842105263158%,42.005263157895% {cursor:url(data:image/png;base64,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) 17 18, auto;}
42.105263157895%,47.268421052632% {cursor:url(data:image/png;base64,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) 17 18, auto;}
47.368421052632%,52.531578947368% {cursor:url(data:image/png;base64,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) 17 18, auto;}
52.631578947368%,57.794736842105% {cursor:url(data:image/png;base64,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) 17 18, auto;}
57.894736842105%,63.057894736842% {cursor:url(data:image/png;base64,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) 17 18, auto;}
63.157894736842%,68.321052631579% {cursor:url(data:image/png;base64,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) 17 18, auto;}
68.421052631579%,73.584210526316% {cursor:url(data:image/png;base64,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) 17 18, auto;}
73.684210526316%,78.847368421053% {cursor:url(data:image/png;base64,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) 17 18, auto;}
78.947368421053%,84.110526315789% {cursor:url(data:image/png;base64,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) 17 18, auto;}
84.210526315789%,89.373684210526% {cursor:url(data:image/png;base64,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) 17 18, auto;}
89.473684210526%,94.636842105263% {cursor:url(data:image/png;base64,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) 17 18, auto;}
94.736842105263%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF1UlEQVRYhe2YW2wUVRjHf+fMdhmX7TjW2iIULVQpBq8YUNGAqGzUaCLG6IMRn9D4Kj5pNpMJxssDDz5pjCbEB6M+ecVYL0QkRPASRFRAS6lAi7XAZtlOh3XnHB/24uzMLFtIfDDx/9T9Luf7n+985/vOFP7HfwwiKig4ztPAADBsu+5zUf3QxqINrANWAwuBLsCsqX3gBHAQ2Aq8kctbhcj6NvAgcDnwC7DZdl2VSKjgOB8AdwOyJioBG2zXfXVoY/FawAFWAKkZbrgC7ADc5ZVNk8DG2vrdtRiVGqH1MUIFx7ka+BKwm9cUlRHj/u1/iv4rQ0TPCn3qR7NXbZcGnpmgHgOW2a47RiRAOXk5nbpUfXSryfRMs9JAB2UWB59k56rPMy3IACiqR00TIdt19wEf1gyaILXPlZXN9kX6UHqmZC7Q46klwTu2pfemIWhlVga22K57oi5IKuqnQL4IKnY8CpNxeat3VC7xo7ow+tV3ZrfaaUqmE45YEIisAr3L0KXXbdd9rVkbwdDGYmaOHhm5JHivJ2lnivPUIePe0qSYX4nq0vhcFnxqZfWvKdAJviYn5TX+iFzhKeQEcH0ub3lhm6QiffmYWJCaMFaVFbNiSsm0nK++yM5iukluMiWXBG/aWX0gkUxZ9KoRY21xWN7iqWrYHuDlqF1ThmpX+9M6UYFmUfBZ9nz9Yzoa5JRYUv7FuLMEYOnj8jL1rpXShdgGNQYlsbh8wLijFMS7hQLW5PLW7rogauEQyppGsN9YU7oiCLKd+qemgu7U+9Lz9EBaak/26J2moU/Fa05k1DGx0j/SuuZkLebauqCRoVoH3p9AEknAVcHb1iw93qTTIoXQioSLiSbNiLG2OCn6YrUWQQUYrHf08K7WJZEBUBiMytu9aE0JXUkkozDVUePO0gzIUIu5rv4jTGj1mbwKordSlFef8bqDgScGKvuMh4tj4vIWjTYRjdjhjCxs51Wip2IjSLpFARk1KW/wR+XSNqQT0YgdJtR1Jo956mfzYrU1k0QGwBfzKudIpil2+MhazRrmqx/MueqLjKR1vNl6OL1Q7cicI6FG7LYD8xK12+xVX2VEq9nbgKJb7TIFmmF5s9fGuCXCGYptv1cPp3vU9gQyBiUxWA7IRK5YQJf6xlygdp1tpuLTnupLrwGTKTlfDWUkpyO+kuNyuf+zcU/pmFzt62grIKBbfW3OVftm/DIIxw4TOhi2uCJ425Laa+q+GoNJeZM/LFd4AEflYn9CrvB05OQFfzFHf5WZrYszfdA1Yocdtv5D5uNshz4ZW2xKLioflDc21ceoXOpPyJUxUildlANqSzbFTHrjP7HDQd8AKgvUzkynjqdb08GouCWxWEfldf5JeZ0ffc2Y+mhqMNhitSFTATbHCOXyVqFbHz5wofrWjI8DyaS80Z8SVnxO1PCbXOl5YkEsHbP1b6kBtf1MRb4jl7eKMUIA/cF7PdFeo+lgTK7xRuTytlf5V+Ou4mkxJ0Ja06W+N/vUT0l9TgFuWGDU/yg4zkuC4O5me4M/5CrvcNsZVkVAimnRV76A4bSk3Dg/gWK2PtxhcJ4uit5wFj/K5a1XwmvIGpl+4LFogFNiUfl3ee1ZjYOi6FLjYqWn6WiSS07To3eYlj5RP5UJ4Imof135PLHRYfC7kVzE7TAmF5ePy2WxIjd0Sc7Re03AAx6KvqfDhG6LKhSpsSms0rkQAjgil3qB6Ixdgk69Pw08kstbe5L8ZMFx7iP2tUpFcnoDcC/V1J41ysyiRH/s1hm6KJdXNq1P8oFqhjJAtO+8b7vuW7XH9/W0+IBsh3G51E/KEvBAwXFiNVsntBf4OiTbA2yo/8jlLS+Xtx4F1gDbYGatF6AoLvTHxKpvQUaPPg3cnkjIdt09wDPAC8CzwOO26x6KGuby1u5c3loLDFLtHduAI1QLtP7S92qybTWbwaucZTeAcmq6MAokIPbl+m+h4DhPAuuBPqr/otlku+5Q1O5vRtsuZIffD6YAAAAASUVORK5CYII=) 17 18, auto;}
}
div.testarea{
animation:rwdcur188424 3.1666666666667s linear infinite forwards;
}
